I have been fascinated with Stereoscopic 3D images for a long time now.
I've been aspiring to make my own stereo pairs of 3D images for viewing in a self-made,
panoramic 360 degrees images in 3D, but since I have a pretty low budget the
2 obvious options are out of reach:
-Buying a 3D camera.
-Buying a proper PC and using a 3D program.
That is why I've been pondering on a new Low-tech, low-budget way of creating
Stereoscopic 3D Images and I couldn't help but wonder:
Would it be possible to handdraw accurate, proper Stereoscopic 3D image-pairs
using only Perspective & Geometry?
I was thinking: Suppose you drew a scene of a courtyard(for example) using a simple
1 point perspective. Then you would measure the exact distance between the centers of the pupils of both your eyes. Then you would have to draw almost an exact copy of the 1st drawing, the only difference being that the vantage point in the 2nd
drawing is just slightly to the right of the vantage point in the 1st drawing. The
distance between these 2 vantage points should be the exact distance between your
2 pupils' centers, as measured before.
Sounds almost too easy, but I´m guessing it´ll take a little more than just that
to create accurate, properly 3D Stereo pairs. I understand that´s where a little
geometry & math can help getting the shift in perspective JUST right.
But I have a chaotic mind and, despite my rising interrest in math, I have allways
suffered from discalculia. That's why I am asking a little help here.
Perhaps someone who is more skilled & organised at math & geometry than I am can help figure out what it would take to draw a scene & determine what that scene would look like if the vantage point was shifted, for example, 6,75 Centimeters to the Right?
Please help me figure this out. Anyone?
I've been aspiring to make my own stereo pairs of 3D images for viewing in a self-made,
panoramic 360 degrees images in 3D, but since I have a pretty low budget the
2 obvious options are out of reach:
-Buying a 3D camera.
-Buying a proper PC and using a 3D program.
That is why I've been pondering on a new Low-tech, low-budget way of creating
Stereoscopic 3D Images and I couldn't help but wonder:
Would it be possible to handdraw accurate, proper Stereoscopic 3D image-pairs
using only Perspective & Geometry?
I was thinking: Suppose you drew a scene of a courtyard(for example) using a simple
1 point perspective. Then you would measure the exact distance between the centers of the pupils of both your eyes. Then you would have to draw almost an exact copy of the 1st drawing, the only difference being that the vantage point in the 2nd
drawing is just slightly to the right of the vantage point in the 1st drawing. The
distance between these 2 vantage points should be the exact distance between your
2 pupils' centers, as measured before.
Sounds almost too easy, but I´m guessing it´ll take a little more than just that
to create accurate, properly 3D Stereo pairs. I understand that´s where a little
geometry & math can help getting the shift in perspective JUST right.
But I have a chaotic mind and, despite my rising interrest in math, I have allways
suffered from discalculia. That's why I am asking a little help here.
Perhaps someone who is more skilled & organised at math & geometry than I am can help figure out what it would take to draw a scene & determine what that scene would look like if the vantage point was shifted, for example, 6,75 Centimeters to the Right?
Please help me figure this out. Anyone?